Study of Multilevel Programming in Programmable Metallization Cell (PMC) Memory
By U. Russo, D. Kamalanathan, Daniele Ielmini, Andrea Leonardo Lacaita, Michael N. Kozicki. IEEE Transactions on Electron Devices, 2009
310 citations recorded by the source corpus.
Subfields: Electrical and Electronic Engineering, Materials Chemistry
View Paper: https://www.semanticscholar.org/paper/0c10d980075569580f551fff687e2bf9eca50482
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Electrical and Electronic Engineering
- Daniele Ielmini
- Shimeng Yu
- H. Philip Wong
- Ilia Valov
- Michael N. Kozicki
- Rainer Waser
- Federico Nardi
- David C. Gilmer
In Materials Chemistry
- Daniele Ielmini
- H. Philip Wong
- Rainer Waser
- Shimeng Yu
- Ilia Valov
- Michael N. Kozicki
- R. Bruchhaus
- Jie Deng
Citations in the corpus
- Synaptic electronics: materials, devices and applications (2013, background): “The insulating medium can be chalcogenide [64, 65], oxide [66, 67], amorphous silicon [68], or amorphous carbon [69].”
- Electrochemical metallization memories—fundamentals, applications, prospects (2011, background): “, [48, 44] for Ag/Gex Sy /W cells) is that the retention of the ON-state improves as the value of RON decreases.”
- Modeling the Universal Set/Reset Characteristics of Bipolar RRAM by Field- and Temperature-Driven Filament Growth (2011, methodology): “where EA0 is the energy barrier for ion hopping, q is the elementary charge, V is the voltage across the insulating layer, and α is a barrier lowering coefficient [31]–[33].”
- Cation-based resistance change memory (2013, background): “Most of the programming (or forming) voltage versus switching time (or φ versus ln ts) and current versus time plots for both gap-type atomic switches [27, 31, 73] and ECM/CBRAM cells [5, 80, 81] show a behaviour very similar to those reported in [70] and it is possible that nucleation is the rate l”
- Resistive Switching by Voltage-Driven Ion Migration in Bipolar RRAM—Part II: Modeling (2012, background): “in the direction of the electric field F by a factor αqV , where q is the elementary charge and α is a constant [10], [21], [22].”
- Compact Modeling of Conducting-Bridge Random-Access Memory (CBRAM) (2011, methodology): “7-based CBRAM cells [22]–[24] to verify this model.”